Results 1 to 10 of about 404,828 (156)
Introduction to Zoology. T. H. Savory. New York: Philosophical Library, 1968. viii, 239 pp. $6.00. [PDF]
Excerpt: This book would delight the traditional zoologist as its emphasis is on systematics and evolution. primarily based on morphology. By the author\u27s own admission he neglects areas concerning histology, embryology, physiology and genetics, while
Nelson, Sigurd, Jr.
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Insect Behaviour. Symposium no. 3 of the Royal Entomological Society of London. Ed. P. T. Haskell. London: The Royal Entomological Society, 1966. viii, 113 pp. $6.35. .. [PDF]
Excerpt: The science of zoology is expanding at such a rate that it is difficult for even the relatively narrow specialist to keep up with the ever- increasing literature on his subject, and almost impossible to assimilate recent findings in the entire ...
Eve, Anthony
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Editorial : Launch of the European Journal of Taxonomy (EJT) [PDF]
We are very pleased and proud to announce the launch of the European Journal of Taxonomy. The EJT is an international, online, fast-track, peer-reviewed, open access journal in descriptive taxonomy,covering subjects in zoology, entomology, botany, and ...
Benichou, Laurence+5 more
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\u3ci\u3eForficula Auricularia\u3c/i\u3e L. (Dermaptera: Forficulidae) in Michigan [PDF]
(excerpt) Although Forficula auricularia Linnaeus, the European Earwig, has been known to occur in Ontario, Canada since prior to 1937 (Vickery and Kevan, 1967), invasion of Michigan by this species is of more recent date. A specimen in the University of
Cantrall, Irving J.
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The Assassin Bugs of Michigan (Heteroptera: Reduviidae) [PDF]
Assassin bugs collected in Michigan and housed in the University of Michigan Museum of Zoology and the Michigan State University Entomology. Museum were used to compile a list of the state\u27s species and subspecies.
McPherson, J. E
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Zoology of instanton solutions in flat potential barriers [PDF]
We perform a detailed study of the existence and the properties of O(4)-invariant instanton solutions in Einstein-scalar theory in the presence of flat potential barriers, i.e.
Battarra, Lorenzo+2 more
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